id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_ap6lbi5lozcalg6ytbkyybau6a	Charalampos P. Triantafyllidis	A new non-monotonic infeasible simplex-type algorithm for Linear Programming	2020	32	.pdf	application/pdf	12695	2272	78	This paper presents a new simplex-type algorithm for Linear Programming with the simplex-type or pivoting algorithms and (ii) Interior Point Methods (IPMs). A new non-monotonic infeasible simplex-type algorithm for Linear Programming. 1984; Arsham, 2007; Pan, 2008; Jurik, 2008; Yeh & Corley, 2009; Elhallaoui et al., 2011; Li, on feasible directions to select the pair of entering and leaving variables, the algorithm This algorithm is called Primal-Dual Interior Point Simplex Algorithm (PDIPSA) (Samaras, and (iii) Primal-Dual Interior Point Simplex Algorithm (PDIPSA). and computes the pair of entering/leaving variables and a new (better) interior point. If iEPSA finds a primal feasible basic solution, then the EPSA is applied to monotonically The main idea behind the first phase is the following: the algorithm is initialized with any basic (infeasible) solution x0exterior and an interior point x Combining interior-point and pivoting algorithms for linear An exterior point simplex algorithm for (general) linear programming problems.	./cache/work_ap6lbi5lozcalg6ytbkyybau6a.pdf	./txt/work_ap6lbi5lozcalg6ytbkyybau6a.txt